2018
DOI: 10.1016/j.ecss.2018.10.008
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Estimating effective density of cohesive sediment using shape factors from holographic images

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Cited by 6 publications
(5 citation statements)
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“…The particle density can be estimated from the solidity calculated by the LISST-HOLO software. The solidity is defined as the solid fraction of a given particle, and can be related to the porosity of that particle (Choi et al, 2018). A fully solid particle will have a solidity of 1, whereas a solidity close to 0 will indicate a very porous particle.…”
Section: Lisst-holomentioning
confidence: 99%
“…The particle density can be estimated from the solidity calculated by the LISST-HOLO software. The solidity is defined as the solid fraction of a given particle, and can be related to the porosity of that particle (Choi et al, 2018). A fully solid particle will have a solidity of 1, whereas a solidity close to 0 will indicate a very porous particle.…”
Section: Lisst-holomentioning
confidence: 99%
“…Such patterns with different fringe spacings contain unique information of the phase and amplitude to deduce the size and position of suspended particles (Graham and Nimmo-Smith, 2010). The interference patterns on the hologram were reconstructed using Holo Batch R software (Sequoia Inc.) (Owen and Zozulya, 2000;Graham and Nimmo-Smith, 2010;Choi et al, 2018;Giering et al, 2020). The noise and stationary particles on the image were removed by reapplying the collimated beam to the hologram.…”
Section: Lisst-holomentioning
confidence: 99%
“…The particles located within a three-dimensional volume along the path length (typically 3-50 mm, 10 mm in this study) are shown as in-focus monochrome (binary) images with a high pixel resolution (1 pixel = 4.4 µm × 4.4 µm). Using image analysis, Euclidian and fractal geometry parameters for each binarized particle were determined as follows: perimeter (P), area (A), major (a), and minor (b) axis lengths (Olson, 2011;Choi et al, 2018;Many et al, 2019), where P is the total length surrounding the projected particle area, A is the extent converted from pixels occupied by the projected two-dimensional area of the particle, a is the axis passing through the center of the particle corresponding to the minimum rotational energy of the shape, and b is the perpendicular axis to a (Olson, 2011).…”
Section: Lisst-holomentioning
confidence: 99%
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“…In the governing equations for the three-dimensional transport of cohesive sediment, one of the most important parameters is the floc settling velocity [12,15,[85][86][87][88][89][90]. It depends on the floc's physical properties (size, shape, effective density, etc.)…”
Section: Application Of the Entropic Model In Engineering Practices And Its Limitationsmentioning
confidence: 99%